Product Categories making the most profit
Businesses have faced various challenges especially during the past global inflation. This has in turn heightened the level of competition in the market thus making smaller businesses to go under. Retail surge is an online retail company that deals in various types of wears. It has also been facing a lot of competition from other companies that are offering the same products. The retail company deals in clothes and footwear for both men and women and boys and girls. To be able to fight the competition and remain stable in the market, it sought to collect information from their operations including their customers. The aim of collecting these information was to better understand the market trend and hence their customers. The results from this data would form the basis of their various decisions making.
- Which product category is making the most profit?
To be able to establish the products that make the most profit, a graph of total profit per product is suitable. This is because the products and their amount of profit will be visualized hence easy interpretation.
- Which product category cost the most?
To be able to establish the products that cost the most, a graph of total cost per product is suitable. This is because the products and their amount of profit will be visualized hence easy interpretation.
- Is there a difference in payment methods?
To establish whether there is a difference in the payment methods, an independent sample t-test is employed. This type of test statistic is employed since there are only two variables involved; PayPal and credit card.
- Are there any differences in the user groups on all of the customer attitudes? (6 outcomes)
To establish whether there is a difference in the user groups, an ANOVA test is employed. This type of test statistic is employed since there are more than two variables involved; light users, medium users and heavy users.
- Are there any differences in gender on all of the customer attitudes?
To establish whether there is a difference in gender on customer attitudes, an independent sample t-test is employed. This type of test statistic is employed since there are only two variables involved; males and females.
The figure above shows the mean profit total for nine products as observed in the bar graph above. The product categories that are making most profit are the customised products. The customised products are making a mean profit total of 25 dollars. This is followed by men’s shoes. These make a mean profit total of about 16 dollars. The third best product category was the girls’ shoes. The girls’ shoes category made a mean profit total of 7 dollars.
The simple bar graph above is of the mean cost of various goods. The goods vary from customised goods to boys’ clothing. Again, it can be observed that the product category that costs the most among the nine products is the customised products. They cost about 9.9 dollars. The next class of product that also cost more is the girls’ shoes. These products cost 8 dollars. The third costly product is the women’s shoes. This category of product costs 5 dollars.
The figure above shows a boxplot of two payment methods; PayPal and credit card. With 95% confidence interval, the total purchases paid by PayPal and credit card were about 3.4 and 3.6 respectively. Since these two values overlap within the same boundary, it can be concluded that there is no significant difference in the two payment methods.
Descriptives |
|||||||||
N |
Mean |
Std. Deviation |
Std. Error |
95% Confidence Interval for Mean |
Minimum |
Maximum |
|||
Lower Bound |
Upper Bound |
||||||||
Knowledge of the company |
Light Users |
104 |
2.85 |
1.711 |
.168 |
2.51 |
3.18 |
1 |
6 |
Medium Users |
204 |
4.90 |
1.664 |
.116 |
4.67 |
5.13 |
2 |
7 |
|
Heavy Users |
284 |
6.45 |
.601 |
.036 |
6.38 |
6.52 |
5 |
7 |
|
Total |
592 |
5.28 |
1.840 |
.076 |
5.14 |
5.43 |
1 |
7 |
|
Satisfaction with the company |
Light Users |
104 |
2.54 |
1.157 |
.113 |
2.31 |
2.76 |
1 |
6 |
Medium Users |
204 |
5.39 |
1.033 |
.072 |
5.25 |
5.53 |
2 |
7 |
|
Heavy Users |
284 |
6.07 |
.776 |
.046 |
5.98 |
6.16 |
2 |
7 |
|
Total |
592 |
5.22 |
1.585 |
.065 |
5.09 |
5.34 |
1 |
7 |
|
Preference for Nike |
Light Users |
104 |
2.46 |
1.507 |
.148 |
2.17 |
2.75 |
1 |
6 |
Medium Users |
204 |
2.82 |
1.572 |
.110 |
2.61 |
3.04 |
1 |
5 |
|
Heavy Users |
284 |
4.45 |
1.654 |
.098 |
4.26 |
4.64 |
1 |
7 |
|
Total |
592 |
3.54 |
1.826 |
.075 |
3.39 |
3.69 |
1 |
7 |
|
Purchase Intention for Nike |
Light Users |
100 |
4.16 |
1.835 |
.184 |
3.80 |
4.52 |
1 |
7 |
Medium Users |
204 |
4.04 |
1.893 |
.133 |
3.78 |
4.30 |
2 |
7 |
|
Heavy Users |
284 |
5.01 |
1.195 |
.071 |
4.87 |
5.15 |
3 |
7 |
|
Total |
588 |
4.53 |
1.648 |
.068 |
4.40 |
4.66 |
1 |
7 |
|
Would recommend company to a friend |
Light Users |
104 |
3.46 |
1.131 |
.111 |
3.24 |
3.68 |
2 |
6 |
Medium Users |
204 |
4.92 |
.494 |
.035 |
4.85 |
4.98 |
4 |
6 |
|
Heavy Users |
284 |
6.35 |
.477 |
.028 |
6.29 |
6.40 |
6 |
7 |
|
Total |
592 |
5.35 |
1.260 |
.052 |
5.25 |
5.45 |
2 |
7 |
|
Loyalty for Nike |
Light Users |
104 |
3.92 |
1.499 |
.147 |
3.63 |
4.21 |
2 |
6 |
Medium Users |
204 |
4.14 |
1.563 |
.109 |
3.92 |
4.35 |
2 |
6 |
|
Heavy Users |
284 |
3.92 |
1.575 |
.093 |
3.73 |
4.10 |
2 |
7 |
|
Total |
592 |
3.99 |
1.559 |
.064 |
3.87 |
4.12 |
2 |
7 |
Product Category with highest Cost of Goods (COGS)
Test of Homogeneity of Variances |
|||||
Levene Statistic |
df1 |
df2 |
Sig. |
||
Knowledge of the company |
Based on Mean |
137.679 |
2 |
589 |
.000 |
Based on Median |
43.167 |
2 |
589 |
.000 |
|
Based on Median and with adjusted df |
43.167 |
2 |
366.541 |
.000 |
|
Based on trimmed mean |
130.226 |
2 |
589 |
.000 |
|
Satisfacition with the company |
Based on Mean |
34.012 |
2 |
589 |
.000 |
Based on Median |
19.318 |
2 |
589 |
.000 |
|
Based on Median and with adjusted df |
19.318 |
2 |
543.743 |
.000 |
|
Based on trimmed mean |
28.470 |
2 |
589 |
.000 |
|
Preference for Nike |
Based on Mean |
3.007 |
2 |
589 |
.050 |
Based on Median |
2.032 |
2 |
589 |
.132 |
|
Based on Median and with adjusted df |
2.032 |
2 |
534.316 |
.132 |
|
Based on trimmed mean |
3.259 |
2 |
589 |
.039 |
|
Purchase Intention for Nike |
Based on Mean |
51.499 |
2 |
585 |
.000 |
Based on Median |
48.655 |
2 |
585 |
.000 |
|
Based on Median and with adjusted df |
48.655 |
2 |
555.807 |
.000 |
|
Based on trimmed mean |
49.574 |
2 |
585 |
.000 |
|
Would recommend company to a friend |
Based on Mean |
155.697 |
2 |
589 |
.000 |
Based on Median |
75.229 |
2 |
589 |
.000 |
|
Based on Median and with adjusted df |
75.229 |
2 |
489.408 |
.000 |
|
Based on trimmed mean |
152.051 |
2 |
589 |
.000 |
|
Loyalty for Nike |
Based on Mean |
.438 |
2 |
589 |
.645 |
Based on Median |
1.134 |
2 |
589 |
.322 |
|
Based on Median and with adjusted df |
1.134 |
2 |
466.890 |
.323 |
|
Based on trimmed mean |
.333 |
2 |
589 |
.717 |
Table 1
Homogeneity of variance normally tests assesses the Lavene’s test. The Lavene’s test employs F-test to test the null hypothesis that there is equality of variance across the groups (Derrick, Toher, & White, 2017). In regard to this therefore under the item “knowledge of the company” the p-value is equal to 0.00. This value is less than 0.05 thus violating the assumption that variance is equal in all the groups under the item “knowledge of the company”. The conclusion therefore is that there is a significant difference in the variance across this group in terms of customer attitudes. Other groups that have the same conclusion include “satisfaction with the company”, “would recommend company to a friend” and “purchase intention for Nike”. However, other groups had different conclusions. Groups like “loyalty for nike” and “preference for Nike”. These had p-values greater than the alpha values as can be observed from table 1 above. Since the p-values in these groups are greater than the level of significance, then we fail to reject (Leigh, 2008) the null hypothesis and conclude that there is equality of variance across these two groups in terms of customer attitudes. ANOVA |
||||||
Sum of Squares |
df |
Mean Square |
F |
Sig. |
||
Knowledge of the company |
Between Groups |
1034.437 |
2 |
517.218 |
315.401 |
.000 |
Within Groups |
965.888 |
589 |
1.640 |
|||
Total |
2000.324 |
591 |
||||
Satisfaction with the company |
Between Groups |
959.259 |
2 |
479.630 |
538.032 |
.000 |
Within Groups |
525.065 |
589 |
.891 |
|||
Total |
1484.324 |
591 |
||||
Preference for Nike |
Between Groups |
461.224 |
2 |
230.612 |
89.966 |
.000 |
Within Groups |
1509.803 |
589 |
2.563 |
|||
Total |
1971.027 |
591 |
||||
Purchase Intention for Nike |
Between Groups |
129.379 |
2 |
64.690 |
25.830 |
.000 |
Within Groups |
1465.070 |
585 |
2.504 |
|||
Total |
1594.449 |
587 |
||||
Would recommend company to a friend |
Between Groups |
692.399 |
2 |
346.199 |
829.181 |
.000 |
Within Groups |
245.919 |
589 |
.418 |
|||
Total |
938.318 |
591 |
||||
Loyalty for Nike |
Between Groups |
6.460 |
2 |
3.230 |
1.331 |
.265 |
Within Groups |
1429.513 |
589 |
2.427 |
|||
Total |
1435.973 |
591 |
Table 2
- Attitude 1: Knowledge of the company
Versus
The significance level is set at 0.05
From the results, F = 315.4 and 2 and 589 degrees of freedom.
Since p-value = 0.00 is less than alpha (0.05), the null hypothesis is rejected. It is concluded therefore that at 0.05 level of significance there is evidence to make conclusion that at least one means is different.
- Attitude 2: Satisfaction with the company
Versus
The significance level is set at 0.05
From the results, F = 538.03 and 2 and 589 degrees of freedom.
Since p-value = 0.00 is less than alpha (0.05), the null hypothesis is rejected. It is concluded therefore that at 0.05 level of significance there is evidence to make conclusion that at least one means is different (Howell, 2007)
- Attitude 3: Preference for Nike
Versus
The significance level is set at 0.05
From the results, F = 89.97 and 2 and 589 degrees of freedom.
Since p-value = 0.00 is less than alpha (0.05), the null hypothesis is rejected. It is concluded therefore that at 0.05 level of significance there is evidence to make conclusion that at least one means is different.
- Attitude 4: Purchase intention for Nike
Versus
The significance level is set at 0.05
From the results, F = 25.83 and 2 and 589 degrees of freedom.
Since p-value = 0.00 is less than alpha (0.05), the null hypothesis is rejected. It is concluded therefore that at 0.05 level of significance there is evidence to make conclusion that at least one means is different (Hinkelmann & Kempthorne, 2010).
- Attitude 5: Would recommend company to a friend?
Versus
The significance level is set at 0.05
From the results, F = 829.18 and 2 and 589 degrees of freedom.
Since p-value = 0.00 is less than alpha (0.05), the null hypothesis is rejected. It is concluded therefore that at 0.05 level of significance there is evidence to make conclusion that at least one means is different.
- Attitude 6: Loyalty for Nike
Versus
The significance level is set at 0.05
From the results, F = 1.33 and 2 and 589 degrees of freedom.
Since p-value = 0.27 is greater than alpha (0.05), the null hypothesis is not rejected. It is concluded therefore that at 0.05 level of significance there is evidence to make conclusion that the means are equal for the three treatments (Gelman, 2005). .
Multiple Comparisons |
|||||||
Bonferroni |
|||||||
Dependent Variable |
(J) Webiste User Group |
Mean Difference (I-J) |
Std. Error |
Sig. |
95% Confidence Interval |
||
Lower Bound |
Upper Bound |
||||||
Knowledge of the company |
Light Users |
Medium Users |
-2.056* |
.154 |
.000 |
-2.43 |
-1.69 |
Heavy Users |
-3.605* |
.147 |
.000 |
-3.96 |
-3.25 |
||
Medium Users |
Light Users |
2.056* |
.154 |
.000 |
1.69 |
2.43 |
|
Heavy Users |
-1.549* |
.118 |
.000 |
-1.83 |
-1.27 |
||
Heavy Users |
Light Users |
3.605* |
.147 |
.000 |
3.25 |
3.96 |
|
Medium Users |
1.549* |
.118 |
.000 |
1.27 |
1.83 |
||
Satisfaction with the company |
Light Users |
Medium Users |
-2.854* |
.114 |
.000 |
-3.13 |
-2.58 |
Heavy Users |
-3.532* |
.108 |
.000 |
-3.79 |
-3.27 |
||
Medium Users |
Light Users |
2.854* |
.114 |
.000 |
2.58 |
3.13 |
|
Heavy Users |
-.678* |
.087 |
.000 |
-.89 |
-.47 |
||
Heavy Users |
Light Users |
3.532* |
.108 |
.000 |
3.27 |
3.79 |
|
Medium Users |
.678* |
.087 |
.000 |
.47 |
.89 |
||
Preference for Nike |
Light Users |
Medium Users |
-.362 |
.193 |
.183 |
-.83 |
.10 |
Heavy Users |
-1.989* |
.184 |
.000 |
-2.43 |
-1.55 |
||
Medium Users |
Light Users |
.362 |
.193 |
.183 |
-.10 |
.83 |
|
Heavy Users |
-1.627* |
.147 |
.000 |
-1.98 |
-1.27 |
||
Heavy Users |
Light Users |
1.989* |
.184 |
.000 |
1.55 |
2.43 |
|
Medium Users |
1.627* |
.147 |
.000 |
1.27 |
1.98 |
||
Purchase Intention for Nike |
Light Users |
Medium Users |
.121 |
.193 |
1.000 |
-.34 |
.58 |
Heavy Users |
-.854* |
.184 |
.000 |
-1.30 |
-.41 |
||
Medium Users |
Light Users |
-.121 |
.193 |
1.000 |
-.58 |
.34 |
|
Heavy Users |
-.975* |
.145 |
.000 |
-1.32 |
-.63 |
||
Heavy Users |
Light Users |
.854* |
.184 |
.000 |
.41 |
1.30 |
|
Medium Users |
.975* |
.145 |
.000 |
.63 |
1.32 |
||
Would recommend company to a friend |
Light Users |
Medium Users |
-1.455* |
.078 |
.000 |
-1.64 |
-1.27 |
Heavy Users |
-2.887* |
.074 |
.000 |
-3.06 |
-2.71 |
||
Medium Users |
Light Users |
1.455* |
.078 |
.000 |
1.27 |
1.64 |
|
Heavy Users |
-1.432* |
.059 |
.000 |
-1.57 |
-1.29 |
||
Heavy Users |
Light Users |
2.887* |
.074 |
.000 |
2.71 |
3.06 |
|
Medium Users |
1.432* |
.059 |
.000 |
1.29 |
1.57 |
||
Loyalty for Nike |
Light Users |
Medium Users |
-.214 |
.188 |
.763 |
-.66 |
.24 |
Heavy Users |
.008 |
.179 |
1.000 |
-.42 |
.44 |
||
Medium Users |
Light Users |
.214 |
.188 |
.763 |
-.24 |
.66 |
|
Heavy Users |
.222 |
.143 |
.364 |
-.12 |
.57 |
||
Heavy Users |
Light Users |
-.008 |
.179 |
1.000 |
-.44 |
.42 |
|
Medium Users |
-.222 |
.143 |
.364 |
-.57 |
.12 |
||
*. The mean difference is significant at the 0.05 level. |
Table 3
The table above is of multiple comparisons. Multiple comparison measures the significance of the difference in means of attitude levels in this test. The hypothesis in this test is as below;
Hypothesis
H0: There is no significant difference in the mean level of attitude across the group
Versus
H1: There is a significant difference in the mean level of attitude across the group
It can be observed that across all the items and groups all the p-values are 0.00. This value is less than the level of significance which is 0.05. This means that the all the null hypotheses have been violated. It is therefore concluded that all the mean differences are significant at 0.05 significance level.
However, the differences were not significant at 0.05 when it came to “loyalty for Nike”. The p-values can be seen to be greater than the level of significance (0.05). Thus we fail to reject the null hypothesis and conclude that there was no significant difference in the mean level of attitudes in loyalty for Nike products.
Group Statistics |
|||||
Gender |
N |
Mean |
Std. Deviation |
Std. Error Mean |
|
Knowledge of the company |
Female |
388 |
5.02 |
1.961 |
.100 |
Male |
204 |
5.78 |
1.463 |
.102 |
|
Satisfaction with the company |
Female |
388 |
5.18 |
1.595 |
.081 |
Male |
204 |
5.29 |
1.567 |
.110 |
|
Preference for Nike |
Female |
388 |
3.19 |
1.876 |
.095 |
Male |
204 |
4.22 |
1.516 |
.106 |
|
Purchase Intention for Nike |
Female |
388 |
4.67 |
1.619 |
.082 |
Male |
200 |
4.26 |
1.675 |
.118 |
|
Loyalty for Nike |
Female |
388 |
3.44 |
1.588 |
.081 |
Male |
204 |
5.04 |
.768 |
.054 |
|
Would recommend company to a friend |
Female |
388 |
5.40 |
1.255 |
.064 |
Male |
204 |
5.25 |
1.267 |
.089 |
Differences in User Groups on Customer Attitudes
Table 4
The table above shows the descriptive statistics for attitude level for various dependent variables. The table compares the attitude levels for male and females. Under “knowledge of the company” males are observed to have a higher (5.78) mean attitude level than the females (5.02). On “satisfaction with the company” males are observed to have a higher (5.29) mean attitude level than the females (5.18). On “preference for Nike” males are observed to have a higher (4.22) mean attitude level than the females (3.19). On “purchase intention for Nike” females are observed to have a higher (4.67) mean attitude level than the males (4.26). On “loyalty for Nike” males are observed to have a higher (5.04) mean attitude level than the females (3.44). Lastly on “would recommend company to a friend” females are observed to have a higher (5.4) mean attitude level than the males (5.25).
Independent Samples Test |
||||||||||
Levene’s Test for Equality of Variances |
t-test for Equality of Means |
|||||||||
F |
Sig. |
t |
df |
Sig. (2-tailed) |
Mean Difference |
Std. Error Difference |
95% Confidence Interval of the Difference |
|||
Lower |
Upper |
|||||||||
Knowledge of the company |
Equal variances assumed |
56.606 |
.000 |
-4.892 |
590 |
.000 |
-.764 |
.156 |
-1.070 |
-.457 |
Equal variances not assumed |
-5.347 |
522.857 |
.000 |
-.764 |
.143 |
-1.044 |
-.483 |
|||
Satisfaction with the company |
Equal variances assumed |
.024 |
.877 |
-.867 |
590 |
.386 |
-.119 |
.137 |
-.388 |
.150 |
Equal variances not assumed |
-.872 |
419.112 |
.384 |
-.119 |
.136 |
-.387 |
.149 |
|||
Preference for Nike |
Equal variances assumed |
14.901 |
.000 |
-6.765 |
590 |
.000 |
-1.030 |
.152 |
-1.329 |
-.731 |
Equal variances not assumed |
-7.223 |
493.730 |
.000 |
-1.030 |
.143 |
-1.310 |
-.750 |
|||
Purchase Intention for Nike |
Equal variances assumed |
2.724 |
.099 |
2.876 |
586 |
.004 |
.410 |
.143 |
.130 |
.690 |
Equal variances not assumed |
2.845 |
390.123 |
.005 |
.410 |
.144 |
.127 |
.694 |
|||
Loyalty for Nike |
Equal variances assumed |
246.135 |
.000 |
-13.543 |
590 |
.000 |
-1.596 |
.118 |
-1.827 |
-1.364 |
Equal variances not assumed |
-16.471 |
586.589 |
.000 |
-1.596 |
.097 |
-1.786 |
-1.406 |
|||
Would recommend company to a friend |
Equal variances assumed |
.157 |
.692 |
1.442 |
590 |
.150 |
.157 |
.109 |
-.057 |
.371 |
Equal variances not assumed |
1.437 |
409.319 |
.151 |
.157 |
.109 |
-.058 |
.372 |
Table 5
- Hypothesis for the difference in customer attitude (knowledge of the company) between male and female
Hypothesis
H0: There is equality of variance in attitude about knowledge of the company between female and male.
Versus
H1: There is inequality of variance in attitude about knowledge of the company between female and male.
P-value computed is 0.00 which is greater than the alpha value which is 0.05. Therefore the null hypothesis is rejected and the alternative hypothesis accepted. It is concluded that there is inequality of variance in attitude about knowledge of the company between female and male.
- Hypothesis for the difference in customer attitude (satisfaction with the company) between male and female
Hypothesis
H0: There is equality of variance in attitude about satisfaction with the company between female and male.
Versus
H1: There is inequality of variance in attitude about satisfaction the company between female and male.
P-value computed is 0.39 which is greater than the alpha value which is 0.05. Therefore the null hypothesis is accepted and the alternative hypothesis rejected. It is concluded that there is equality of variance in attitude about satisfaction with the company between female and male.
- Hypothesis for the difference in customer attitude (preference for Nike) between male and female
Hypothesis
H0: There is equality of variance in attitude about preference for Nike between female and male.
Versus
H1: There is inequality of variance in attitude about preference for Nike between female and male.
P-value computed is 0.00 which is less than the alpha value which is 0.05. Therefore the null hypothesis is rejected and the alternative hypothesis accepted. It is concluded that there is there is inequality of variance in attitude about preference for Nike between female and male.
- Hypothesis for the difference in customer attitude (purchase intention for Nike) between male and female
Hypothesis
H0: There is equality of variance in attitude about purchase intention for Nike between female and male.
Versus
H1: There is inequality of variance in attitude about purchase intention for Nike between female and male.
P-value computed is 0.004 which is less than the alpha value which is 0.05. Therefore the null hypothesis is rejected and the alternative hypothesis accepted. It is concluded that there is inequality of variance in attitude about purchase intention for Nike between female and male.
- Hypothesis for the difference in customer attitude (loyalty for Nike) between male and female
Hypothesis
H0: There is equality of variance in attitude about loyalty for Nike between female and male.
Versus
H1: There is inequality of variance in attitude about loyalty for Nike between female and male.
P-value computed is 0.00 which is less than the alpha value which is 0.05. Therefore the null hypothesis is rejected and the alternative hypothesis accepted. It is concluded that there is inequality of variance in attitude about loyalty for Nike between female and male.
- Hypothesis for the difference in customer attitude (would recommend company to a friend) between male and female
Hypothesis
H0: There is equality of variance in attitude about “would recommend company to a friend” between female and male.
Versus
H1: There is inequality of variance in attitude about “would recommend company to a friend” between female and male.
P-value computed is 0.15 which is less than the alpha value which is 0.05. Therefore the null hypothesis is rejected and the alternative hypothesis accepted. It is concluded that There is inequality of variance in attitude about “would recommend company to a friend” between female and male.
One sample t-test for the mean satisfaction level (3.5)
Hypothesis
H0: The mean satisfaction level is equal to 3.5
Versus
H1: The mean satisfaction level is not equal to 3.5
Test results table is as shown below
One-Sample Statistics |
||||
N |
Mean |
Std. Deviation |
Std. Error Mean |
|
Satisfaction with the company |
592 |
5.22 |
1.585 |
.065 |
Table 6
One-Sample Test |
||||||
Test Value = 3.5 |
||||||
t |
df |
Sig. (2-tailed) |
Mean Difference |
95% Confidence Interval of the Difference |
||
Lower |
Upper |
|||||
Satisfaction with the company |
26.349 |
591 |
.000 |
1.716 |
1.59 |
1.84 |
Table 7
P-value computed is 0.00 which is less than the alpha value which is 0.05. Therefore the null hypothesis is rejected and the alternative hypothesis accepted. It is concluded that the mean satisfaction level is not 3.5.
The product categories that are making most profit are the customised products. The customised products are making a mean profit total of 25 dollars. This is followed by men’s shoes. The worst performing product in terms of profit is boys clothing. The research team therefore recommends that thorough sales and market be done to boys clothing to ensure such a large variance is minimized. This will in turn help to widen the profit margin of Retail Surge Company. The product category that costs the most among the nine products is the customised products while the product that cost less is the boys’ category. It is therefore recommended that the company should concentrate more on the customized products while at the same time not forgetting the less costing products such as the boys’ shoes. In general, it was found that there was no significant difference in attitude levels for various questions asked about the company and its products.
Reference
Derrick, B., Toher, D., & White, P. (2017). How to compare the mean of two samples that include paired observations and independent observations. Quantitative methods for Psychology, 13(2), 120 – 126.
Gelman, A. (2005). Analysis of variance? Why it is more important than ever. The anals of Statistics, 33, 1 – 53.
Hinkelmann, K., & Kempthorne, O. (2010). Design and analysis of experiments (5 ed., Vol. 8).
Howell, D. C. (2007). Statistical methods for Psychology (3 ed., Vol. 5).
Leigh, E. S. (2008). Consumer rites. Selling of American Holidays, 6(3), 106 – 191.